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Wallpaper calculator.

Count full strips, account for repeats, buy whole rolls. Adjust the sample measurements to match your project.

01 / YOUR MEASUREMENTS

Make a shopping estimate

Enter your product’s actual size and price. Use 0 for price to calculate quantities only. Sample prices are illustrative USD values.

THE FIELD NOTES · UPDATED OCTOBER 21, 2026

Wallpaper planning depends on usable strips, not just the square footage printed on a roll. This calculator estimates full-height vertical strips from a continuous wall width or room perimeter, adds eight inches of trimming length, rounds for a straight pattern repeat, and counts how many strips fit on each roll. Check the wallpaper manufacturer’s own instructions before ordering.

Measure the width and height to cover

For one feature wall, enter its width as the wall run in feet. For an entire rectangular room, add the widths of the walls you plan to cover and use that total as the continuous run. Measure the actual wall height in feet at several places and use the greatest relevant height. The calculator automatically adds eight inches to each strip: four inches at each end. Do not add that allowance to the height input again.

This model divides the total width by roll width and rounds up to whole strips. Treating several walls as one continuous width can undercount when every wall must start with an independently cut full strip. Corners, awkward returns, and narrow final pieces can also create extra waste. For a conservative room estimate, calculate walls separately and consider how their offcuts could actually be reused.

Read the roll specification carefully

Enter the actual roll width and length, not a photograph’s apparent proportions. Make sure a listing’s sales unit matches what will arrive: a price described using a single-roll convention may be sold as a longer packaged roll. The physical dimensions are the inputs that matter. A mural or a set of numbered panels needs its own layout rather than this repeating-roll calculation.

For a straight repeat, cut length is actual wall height plus eight inches of trimming, rounded upward to a whole multiple of the pattern repeat. With no repeat, cut length is simply height plus eight inches. Whole strips per roll equal roll length divided by cut length, rounded down. The extra-paper percentage increases the base strip count and rounds it upward to a whole strip. Rolls then equal that adjusted strip count divided by strips per roll, rounded up.

Worked example: straight-match wallpaper

A wall is 10 feet wide and 8 feet high. Your roll is 20.5 inches wide and 33 feet long. Eight inches of automatic trimming make the initial cut length 104 inches. If the pattern repeats every 21 inches, round that length up to 105 inches. The wall needs 6 base strips, and each roll supplies 3 full strips.

With no extra allowance, two rolls meet the modeled requirement. With a 10% extra-paper allowance, the calculator rounds 6.6 strips up to 7 strips and therefore recommends 3 rolls. A leftover length shorter than 105 inches cannot provide another full-height strip, even though some paper remains. That is why dividing the wall’s square footage by advertised roll coverage can produce an overly optimistic order.

Understand the pattern limits

This is not a half-drop, alternating-roll, or offcut-optimization engine. Drop-match designs may require extra paper or a specific cutting sequence, and openings may allow short pieces in ways this simple model does not optimize. Do not subtract door or window areas as though every saved square inch can become a full strip. Ask the supplier for an estimate when the match instructions are complex, and order consistent batches where the manufacturer recommends it.

Common questions

Why does a longer pattern repeat change the result?

A cut may need to extend to the next complete repeat to align neighboring strips. That extra length can reduce the number of usable full-height strips per roll.

Can this calculate a half-drop design?

No. Use the manufacturer’s half-drop instructions or a specialist estimate. Entering a repeat alone does not model alternating pattern positions.

Sources & further reading